• Title/Summary/Keyword: elementary mathematics instruction

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Effects on Mathematical Thinking Ability of Mathematising Learning with RME -Based on measurement region for fifth grade in elementary school- (RME를 적용한 수학화 학습이 수학적 사고능력에 미치는 효과 -초등학교 5학년 측정 영역을 중심으로-)

  • Baek, In su;Choi, Chang Woo
    • Journal of Elementary Mathematics Education in Korea
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    • v.19 no.3
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    • pp.323-345
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    • 2015
  • This study is intended to establish and apply a program created with RME for mathematising instruction and learning and identify how it influences on the mathematical thinking process in the field. In order to deal with this study inquiries, related theories have been analyzed establishing a program for mathematising instruction and learning method based on a model of them and RME theory principles and re-organizing education courses for instruction on the fields concerned. Study subjects were limited to two classes consisting of fifth graders in S elementary school located in the city of Daegu and divided them in an experiment group and a control group. An experiment group was given a mathematising learning method applied with RME, while a control group had a class with regular methods of learning and instruction during the period of experiment. As a summary of aforementioned results of the study, mathematising learning method applied with RME had an effect on improving mathematical thinking ability for students and also on promoting mathematising outcome through a repetitive experience in each procedure obtained on a regular basis.

Exploring Effects of Elementary Teachers' Mathematics Instruction, Mathematics Teaching Efficacy, and Student Mathematical Interest on Mathematics Achievement : An Application of Multilevel Structural Equation Modeling (초등교사의 수학수업의 질, 수학 교수효능감, 학생의 수학흥미가 수학성취도에 미치는 영향 분석: 다층구조방정식의 적용)

  • Hwang, Sunghwan;Son, Taekwon
    • Education of Primary School Mathematics
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    • v.23 no.4
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    • pp.175-189
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    • 2020
  • The purpose of the present study was to investigate the structural relationships between elementary teachers' mathematics instruction, teachers' mathematics teaching efficacy, students' mathematical interest, and mathematics achievement. To achieve this goal, we used TIMSS 2015 Korean data and implemented multilevel structural equation modeling given that student data were nested within the school data. The findings reveled that at the student level, the instructional quality rated by students positively affected student mathematical interest. Additionally, student mathematical interest positively affected student mathematics achievement. Although the direct effect of instructional quality on student mathematics achievement was insignificant, the total was significant. At the school level, there were positive direct effects of instructional quality and teacher's mathematics teaching efficacy on student mathematical interest. The direct effects of instructional quality, teachers' mathematics teaching efficacy, and student mathematical interest on mathematics achievement were not significant. However, the total effects of instructional quality and teachers' mathematics teaching efficacy on mathematics achievement were significant. Based on the results, we discussed the implications of the study.

Changing the Culture of Elementary Mathematics Classroom : Sociomathematical Norms and Mathematical Practices (초등수학교실문화의 개선 : 사회수학적 규범과 수학적 관행)

  • 방정숙
    • Journal of Educational Research in Mathematics
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    • v.14 no.3
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    • pp.283-304
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    • 2004
  • This study is to make strides toward an enriched understanding of changing a prevailing teacher-centered mathematics classroom culture to a student-centered culture by analyzing six reform-oriented classrooms of three elementary school teachers throughout a year This study provided a detailed description of important classroom episodes to explore how the participants in each class established a reform-oriented mathematics microculture. Despite the exemplary form of student-centered instruction, the content and qualities of the teaching practices are somewhat different in the extent to which students' ideas become the center of mathematical discourse and activity. Given the similarities in terms of general social norms and the differences in terms of socio-mathematical norms and mathematical practice, this study addresses some crucial issues on understanding the culture of elementary mathematics classroom in transition.

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The Effects of Situated Learning-Based Instruction of Mathematics on Students' Learning (상황학습 기반 수업이 초등학생의 수학 학습에 미치는 영향)

  • Yu, Wookhee;Oh, Youngyoul
    • School Mathematics
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    • v.16 no.3
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    • pp.633-657
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    • 2014
  • This study aims to verify the effect of the situated learning-based instruction on mathematics learning of sixth-grade elementary school students. For this purpose, this study examined the differences in mathematical learning achievement and mathematical attitude between a group participating in the situated learning-based class and a group participating in the normal instructor-led mathematics class. Moreover, this study verified the educational effect of the situated learning-based class by analyzing teacher's role in the class and students' way of participating in the class. The study results are as follows. First, the situated learning-based class positively influenced students' mathematics achievement and mathematical attitude. Second, teacher performed a role as a learning guide and facilitator. Third, other became an object to give help to or to learn from in the situated learning-based class. These situations had a positive influence on the organization of knowledge through active efforts of students for communication and problem solving which belongs to a cooperative socialization process happening in the class.

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A Search for Mathematics Teaching Models for Elementary Schools (현장에 적합한 초등 수학 수업 모형 탐색)

  • Seo, Dong Yeop
    • Journal of Educational Research in Mathematics
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    • v.25 no.3
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    • pp.407-429
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    • 2015
  • This study aims to find the elementary mathematics teachers' satisfaction, availability, and needs, based on the mathematics teaching models in current mathematics curriculum. The satisfaction on current mathematics teaching models is about 80%, but the frequency of usage of the models is a bit low because the models are used once a unit or a semester. Among other subjects, the teachers prefer the teaching models of social studies or science, because the models are convenient in applying models to their teaching. We proposed a few ideas to enhance the availability of mathematics teaching models including the consideration on a variety of content areas of mathematics, students' differences of their mathematics levels, and the teaching and learning methods in mathematics curriculum.

Reflections on the Elementary School Geometry Curriculum in the Netherlands -Based on the Realistic Mathematics Education- (네덜란드의 초등학교 기하 교육과정에 대한 개관 -현실적 수학교육을 중심으로-)

  • Chong, Yeong-Ok
    • School Mathematics
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    • v.9 no.2
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    • pp.197-222
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    • 2007
  • The study aims to reflect the elementary school geometry education based on the Realistic Mathematics Education in the Netherlands in the light of the results from recent researches in geometry education and the direction of geometry standards for school mathematics of the National Council of Teachers of Mathematics in order to induce implications for improving korean geometry curriculum and textbook series. In order to attain these purposes, the present paper reflects the history of elementary school geometry education in the Netherlands, sketches the elementary school geometry education based on the Realistic Mathematics Education in the Netherlands by reflecting general goals of the mathematics education, the core goals for geometry strand of the Netherlands, and geometry and spatial orientation strand of Dutch Pluspunt textbook series for the elementary school more concretely. Under these reflections on the documents, it is analyzed what is the characteristics of geometry strand in the Netherlands as follows: emphasis on realistic spatial phenomenon, intuitive and informal approach, progressive approach from intuitive activity to spatial reasoning, intertwinement of mathematics strands and other disciplines, emphasis on interaction of the students, cyclical repetition of experiencing phase, explaining phases, and connecting phase. Finally, discussing points for improving our elementary school geometry curriculum and textbook series development are described as follows: introducing spatial orientation and emphasizing spatial visualization and spatial reasoning with respect to the instruction contents, considering balancing between approach stressing on grasping space and approach stressing on logical structure of geometry, intuitive approach, and integrating mathematics strands and other disciplines with respect to the instruction method.

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A Study on the Contents of Computation Estimation in Elementary School Mathematics Textbooks (초등교과서 연산 단원에서의 계산어림 지도 내용에 대한 고찰)

  • Kwon, Sungyong
    • Journal of Elementary Mathematics Education in Korea
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    • v.24 no.1
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    • pp.53-87
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    • 2020
  • The purpose of this study was to find a future direction for improving computational estimation instruction through examining the contents of computational estimation included in the 2015 revised elementary school mathematics curriculum and elementary school mathematics textbook and teacher's guide. Through this, several suggestions was made as follow. Firs, it is necessary to emphasize the computational estimation across all grade groups. Second, it is necessary to teach the computational estimation strategies systematically. It was found that it is necessary to reinforce the activities related to computational estimation in the computation related units.

A Study on the Proportional Reasoning Instruction for Elementary School Children (초등학생의 비례적 추론 지도에 관한 연구)

  • Kim, Kyoung-Seon;Park, Young-Hee
    • School Mathematics
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    • v.9 no.4
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    • pp.447-466
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    • 2007
  • Math education in schools have to enable students to understand the importance of math and nurture the capacity to resolve various problems in daily life with reasoning, which is therefore, always applicable to the actual world. Proportional reasoning capacity is being often used in daily life, and some kind of unit is not fixed. So students are considering it very difficult. This study looks into the difficulties that students have in proportional reasoning, what kind of problem solving strategy is being used, what the problems are in current textbooks, etc. Based on this, it tried to check the concept changes in students' proportional reasoning by developing the instruction program for 'proportional expression' unit in the 6th grade. Based on the results, this study analyzes the features of proportional reasoning instruction programs and the instruction results. Also it analyzes in-advance & after examination papers of the experimental class and comparison class to contribute to the instruction method and instruction contents improvement of 'proportional expression' unit.

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Korean Mathematics Teacher Educators' Response on the Mathematics Teaching Efficacy Beliefs Instrument

  • Ryang, Do-Hyoung;Thompson, Tony;Shwery, Craig
    • Research in Mathematical Education
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    • v.15 no.3
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    • pp.229-250
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    • 2011
  • The Mathematics Teaching Efficacy Beliefs Instrument is one of the most popular instruments used to measure elementary preservice teachers' efficacy beliefs in mathematics teaching. The instrument was, however, developed in the United States and is perhaps not appropriate for other cultures. In this study, the instrument was translated into Korean and carefully reviewed by Korean mathematics teacher education professors. Analysis of the review indicated that eight out of the 21 items were appropriate while the others needed to be revised. Items were identified as inappropriate due to awkwardness, multiple meanings, tense disagreements, and vagueness. These items were modified to better fit the Korean context. The instrument was revised with two versions: one for elementary and the other for secondary pre service teachers.

'The Knowledge Quartet' as a framework of analyzing teacher knowledge in mathematics instruction (수학 수업에서 드러나는 교사 지식을 분석하기 위한 틀로서의 '교사 지식의 사중주(Knowledge Quartet)')

  • Pang, JeongSuk;Jung, Yookyung
    • The Mathematical Education
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    • v.52 no.4
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    • pp.567-586
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    • 2013
  • The purpose of this study was to introduce the Knowledge Quartet (KQ) framework by which we can analyze teacher knowledge revealed in teaching mathematics. Specifically, this paper addressed how the KQ framework has been developed and employed in the context of research on teacher knowledge. In order to make the framework accessible, this paper analyzed an elementary school teacher's knowledge in teaching her fifth grade students how to figure out the area of a trapezoid using the four dimensions of the KQ (i.e., foundation, transformation, connection, and contingency). This paper is expected to provide mathematics educators with a basis of understanding the nature of teacher knowledge in teaching mathematics and to induce further detailed analyses of teacher knowledge using some dimensions of the KQ framework.